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ESS vs. EWZ
Performance
Risk-Adjusted Performance
Dividends
Drawdowns
Volatility

Correlation

The correlation between ESS and EWZ is 0.49, which is considered to be moderate. This suggests that the two assets have some degree of positive relationship in their price movements. Moderate correlation can be acceptable for portfolio diversification, offering a balance between risk and potential returns.


Performance

ESS vs. EWZ - Performance Comparison

The chart below illustrates the hypothetical performance of a $10,000 investment in Essex Property Trust, Inc. (ESS) and iShares MSCI Brazil ETF (EWZ). The values are adjusted to include any dividend payments, if applicable.

0.00%500.00%1,000.00%1,500.00%December2025FebruaryMarchAprilMay
1,534.25%
251.84%
ESS
EWZ

Key characteristics

Sharpe Ratio

ESS:

0.78

EWZ:

-0.39

Sortino Ratio

ESS:

1.17

EWZ:

-0.38

Omega Ratio

ESS:

1.15

EWZ:

0.95

Calmar Ratio

ESS:

0.76

EWZ:

-0.18

Martin Ratio

ESS:

3.08

EWZ:

-0.69

Ulcer Index

ESS:

6.04%

EWZ:

13.70%

Daily Std Dev

ESS:

24.03%

EWZ:

24.63%

Max Drawdown

ESS:

-62.67%

EWZ:

-77.25%

Current Drawdown

ESS:

-10.71%

EWZ:

-44.68%

Returns By Period

In the year-to-date period, ESS achieves a 2.00% return, which is significantly lower than EWZ's 18.21% return. Over the past 10 years, ESS has outperformed EWZ with an annualized return of 5.65%, while EWZ has yielded a comparatively lower 1.56% annualized return.


ESS

YTD

2.00%

1M

5.61%

6M

0.05%

1Y

15.95%

5Y*

6.52%

10Y*

5.65%

EWZ

YTD

18.21%

1M

8.61%

6M

-0.89%

1Y

-11.04%

5Y*

11.29%

10Y*

1.56%

*Annualized

Compare stocks, funds, or ETFs

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Essex Property Trust, Inc.

iShares MSCI Brazil ETF

Risk-Adjusted Performance

ESS vs. EWZ — Risk-Adjusted Performance Rank

Compare risk-adjusted metric ranks to identify better-performing investments over the past 12 months.

ESS
The Risk-Adjusted Performance Rank of ESS is 7474
Overall Rank
The Sharpe Ratio Rank of ESS is 7878
Sharpe Ratio Rank
The Sortino Ratio Rank of ESS is 6969
Sortino Ratio Rank
The Omega Ratio Rank of ESS is 6868
Omega Ratio Rank
The Calmar Ratio Rank of ESS is 7979
Calmar Ratio Rank
The Martin Ratio Rank of ESS is 7979
Martin Ratio Rank

EWZ
The Risk-Adjusted Performance Rank of EWZ is 77
Overall Rank
The Sharpe Ratio Rank of EWZ is 66
Sharpe Ratio Rank
The Sortino Ratio Rank of EWZ is 66
Sortino Ratio Rank
The Omega Ratio Rank of EWZ is 77
Omega Ratio Rank
The Calmar Ratio Rank of EWZ is 99
Calmar Ratio Rank
The Martin Ratio Rank of EWZ is 88
Martin Ratio Rank
The risk-adjusted ranks indicate the investment's position relative to the market. A rank closer to 100 signifies top-performing investments, while a rank closer to 0 might suggest underperformance, based on the selected ratio. The values are calculated based on the past 12 months of returns.

ESS vs. EWZ - Risk-Adjusted Performance Comparison

This table presents a comparison of risk-adjusted performance metrics for Essex Property Trust, Inc. (ESS) and iShares MSCI Brazil ETF (EWZ). Risk-adjusted metrics are performance indicators that assess an investment's returns in relation to its risk, enabling a more accurate comparison of different investment options.


The current ESS Sharpe Ratio is 0.78, which is higher than the EWZ Sharpe Ratio of -0.39. The chart below compares the historical Sharpe Ratios of ESS and EWZ, offering insights into how both investments have performed under varying market conditions. These values are calculated using daily returns over the previous 12 months.


Rolling 12-month Sharpe Ratio-1.000.001.002.003.00December2025FebruaryMarchAprilMay
0.78
-0.39
ESS
EWZ

Dividends

ESS vs. EWZ - Dividend Comparison

ESS's dividend yield for the trailing twelve months is around 3.47%, less than EWZ's 7.54% yield.


TTM20242023202220212020201920182017201620152014
ESS
Essex Property Trust, Inc.
3.47%2.57%3.73%4.15%2.37%3.50%2.59%3.03%2.90%2.75%2.41%2.47%
EWZ
iShares MSCI Brazil ETF
7.54%8.91%5.66%12.59%9.87%1.71%2.54%2.89%1.71%1.81%4.08%3.78%

Drawdowns

ESS vs. EWZ - Drawdown Comparison

The maximum ESS drawdown since its inception was -62.67%, smaller than the maximum EWZ drawdown of -77.25%. Use the drawdown chart below to compare losses from any high point for ESS and EWZ. For additional features, visit the drawdowns tool.


-50.00%-40.00%-30.00%-20.00%-10.00%0.00%December2025FebruaryMarchAprilMay
-10.71%
-44.68%
ESS
EWZ

Volatility

ESS vs. EWZ - Volatility Comparison

Essex Property Trust, Inc. (ESS) has a higher volatility of 10.83% compared to iShares MSCI Brazil ETF (EWZ) at 8.40%. This indicates that ESS's price experiences larger fluctuations and is considered to be riskier than EWZ based on this measure. The chart below showcases a comparison of their rolling one-month volatility.


4.00%6.00%8.00%10.00%12.00%14.00%December2025FebruaryMarchAprilMay
10.83%
8.40%
ESS
EWZ

Recent discussions

Making constant changes to weights breaks performance numbers

Sometimes if making a bunch of changes to the weights editing and saving editing and saving eventually the performance numbers just break, even when going back to the original weights it doesn't show the same performance numbers.

Bee Zee

July 12, 24 Posted in general
541

Going forward performance roughly coinciding with historically optimized portfolios on this site?

I'm quite new to the site, but I am concerned that a portfolio optimized with past data may have no bearing at all on its future performance. Has anyone been around long enough to speak to this concern. Have you outperformed a relevant benchmark with actual invested money?

Also, if you've been here awhile, what tools on the site do you find most useful?

Thanks for reading!

Bob Peticolas

December 19, 23 Posted in general
1K

How is Sharpe ratio calculated?

The highest sharpe ratio portfolioi in User portfolios holds only ultrashort treasuries and show a sharpe ratio of 7+. But my understanding is the Sharpe ratio is the return less the risk-free rate divided by the standard deviation of returns. But short-term treasuries ARE the risk free rate, so the Sharpe ratio should be zero since the risk free rate minus the risk free rate is zero. So are you simply ignoring the risk-free rate and dividing returns by the standard deviation???

Addendum:

Just input my portfolio and asked that your site optimize it for Sharpe ratio. I have ready cash in USFR, and ETF that holds US floating rate notes exclusively. The optimization recommended I put over 99% in USFR. However, the interest rate on floating rate notes is based on the three month treasury, so again, USFR has a Sharpe ratio of zero! Please correct this!

Bob Peticolas

December 12, 23 Posted in general
992